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Total 52 questions
40 questions (MCQs) = mostly from past 70%
Now Subjective portion
Q41: What greedy thing to do in djikstra's algorithm (2Marks)
Q42: What is 2-dimentional maximum problem (2marks)
Q43: In strong component problem what complete refers to? (2marks)
Q44: What is the decision problem L1 in polynomial time reduction to decision in problem L2? (2Marks)
Q45: Variant shortest path problems at least three? (3Marks)
Q46:What is MST problem? (3Marks)
Q47: f(n)=logbase2n means log2n agr 8 times increase karein tau change aaye ga? (3Marks)
Q48: Aik paragraph tha jis main raiwlay kee train ka zikr that k agr train Islamabad se Lahore chale tau konsa track suitable hoga means k agr 2 track hain aik train lahore se Islamabd ja rahi hai aik track pe aur 2nd track pe wohi train islamabad se Lahore aa rahi hai means parallel track hai dono.So which algorithm is suitable for this scenario?? i.Prims algorithm? ii Dijkstra's Algorithm? ya phir Bellman Ford Algorithm?? (3Marks)
Q49 same as above question bss city changed thee aur one way track tha. Which algorithm is suitable for this scenario?? just mention name and little bit expalin why we choosed this algorithm??? (5Marks)
Q50: solve this expression by O, f(n)=n/log2n+nlog(log2n) (5marks)
Q51: pseudo code of DFS Timespace & Relax vertex ? (5marks)
Q52:aik graph given tha but uss pe DFS apply karna tha (5marks)
FINISH PRAY 4 ME PLZZZZZZZZZZZZZZZZZZZZZZZZ
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Attention Related Final Term papers Spring 2013: All Fellows You don’t need to go at any other site for current Final Term papers Spring 2013, Because All discussed data/sharing of our members in this discussion are going from here to other sites. (Other sites Admins/mods Copy from here & posted at their sites with fake IDs or original name: p). you can judge this at other sites yourself. So don’t waste your precious time with different links.
But Steve fox &
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SALAM TO ALL
MCQ'S MAXIMUM MOIZ FILE K THAY
MUST PREPARE ALLTHEOREMS
BEST OF LUCK
MUHAMMAD AHMAD thanks for info
my today paper:
define 2-D maxima?
what is forward edge?
what is polynomial time problem?
radix sorting
lemma and its prove?
kruskal's algorithm time?
make spanning tree?
digraph with vertex and without vertex?
FM2390 thanks for sharing ur paper
Attention Related Final Term papers Spring 2013: All Fellows You don’t need to go at any other site for current Final Term papers Spring 2013, Because All discussed data/sharing of our members in this discussion are going from here to other sites. (Other sites Admins/mods Copy from here & posted at their sites with fake IDs or original name: p). you can judge this at other sites yourself. So don’t waste your precious time with different links.
95% MCQ's are from Moaaz's File and 70% Subjective are also.
Some Subjective are:
1 Forward and backward edges
2: Alphabetic Radix sort
3: Strong component of graph.
4: Variants of shortest path solution briefly?
5: aik pseudo code likhna tha wo bhool gia
6: Polynomial time solution for what kind of problems?
Best of Luck dear
Thanks for sharing papers
plz any one answer mera kal paper hai 7 bjy
in the above shard paper by M.Tariq Malik
Q.6Polynomial time solution for what kind of problems?
Class P:
This is the set of all decision problems that can be solved in a polynomial time.
Class NP hard:
In spite of all its name ,to say that is a problem is in NP-hard does not mean that it is hard to solve.Rather,it means that if we could solve this problem in polynomial time ,then we could solve all NP problems in polynomial times. Note that for a problem to NP hard, it does not have to be in the class NP.
PLZ any one guide me which is the solution of polynomial time
Class P or Class NP-Hard
waiting reply
.how topological sort work? explain
2. the graph of kruskal's algorithm
3. question about railyway track from lahore to islamabad which method gud for less track
4. quick sort
5. floyd marshall alogirthm
6. minimum spanning trees problems
7. floyd marshall running time and space used
8. free tree
9. what are total number of entries in metrix for edit distance
Ans yes or no and briefly explain.
Give an example of reduction ? 3 (5)
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